Multiple linear regression models are frequently used in predicting unknown values of the response variable y. In this case, a regression model's ability to produce an adequate prediction equation is of prime importance. This paper discusses the predictive performance of the r-k and r-d class estimators compared to ordinary least squares (OLS), principal components, ridge regression and Liu estimators and between each other. The theoretical results are illustrated using Portland cement data and a region is established where the r-k and the r-d class estimators are uniformly superior to the other mentioned estimators. © 2017 Taylor & Francis Group, LLC
The estimation of biasing parameter k in ridge regression is an important problem. There are many pr...
In this article, we introduce the modified r-k class estimator and the restricted r-k class estimato...
It is a well-established fact in regression analysis that multicollinearity and autocorrelated error...
Multiple linear regression models are frequently used in predicting (forecasting) unknown values of ...
In this article, we propose the principal components regression and r-k class predictors, which comb...
In regression analysis, to overcome the problem of multicollinearity, the r-k class estimator is pro...
WOS: 000305514300014In regression analysis, to overcome the problem of multicollinearity, the r - k ...
Omission of some relevant explanatory variables and multicollinearity in regression models are very ...
WOS: 000243795800012Kaciranlar, and Sakalhoglu, [2001. Combining the Liu estimator and the principal...
Kaçi{dotless}ranlar, and Sakalli{dotless}oglu, [2001. Combining the Liu estimator and the principal ...
he standard deviation of prediction errors (SDEP) is used to evaluate and compare the predictive abi...
In the presence of multicollinearity, the r - k class estimator is proposed as an alternative to the...
This paper considers the problem of prediction in a linear regression model when data sets are avail...
Autocorrelation in errors and multicollinearity among the regressors are serious problems in regress...
Prediction performance does not always reflect the estimation behaviour of a method. High error in e...
The estimation of biasing parameter k in ridge regression is an important problem. There are many pr...
In this article, we introduce the modified r-k class estimator and the restricted r-k class estimato...
It is a well-established fact in regression analysis that multicollinearity and autocorrelated error...
Multiple linear regression models are frequently used in predicting (forecasting) unknown values of ...
In this article, we propose the principal components regression and r-k class predictors, which comb...
In regression analysis, to overcome the problem of multicollinearity, the r-k class estimator is pro...
WOS: 000305514300014In regression analysis, to overcome the problem of multicollinearity, the r - k ...
Omission of some relevant explanatory variables and multicollinearity in regression models are very ...
WOS: 000243795800012Kaciranlar, and Sakalhoglu, [2001. Combining the Liu estimator and the principal...
Kaçi{dotless}ranlar, and Sakalli{dotless}oglu, [2001. Combining the Liu estimator and the principal ...
he standard deviation of prediction errors (SDEP) is used to evaluate and compare the predictive abi...
In the presence of multicollinearity, the r - k class estimator is proposed as an alternative to the...
This paper considers the problem of prediction in a linear regression model when data sets are avail...
Autocorrelation in errors and multicollinearity among the regressors are serious problems in regress...
Prediction performance does not always reflect the estimation behaviour of a method. High error in e...
The estimation of biasing parameter k in ridge regression is an important problem. There are many pr...
In this article, we introduce the modified r-k class estimator and the restricted r-k class estimato...
It is a well-established fact in regression analysis that multicollinearity and autocorrelated error...